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Efficient semidefinite-programming-based inference for binary and multi-class MRFs

NeurIPS 2020 · Probabilistic and scientific modeling › Variational and generative sampling · approach: Exact inference for probabilistic programs · 1 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use the linear-constraint SDP relaxation solved by the Mixing methodM^4 for multi-class MRF mode estimation · Synthetic multi-class MRFs, complete graphs, k=2,3,4,5relative error (mode): ~0.018 at worstHelped
Use M^4 or M^4+ instead of AISMode estimation · Synthetic complete graphs, k=2,3,4,5, CS(A)=2.5mode-estimation timeHelped
Estimate Z using M^4-guided rounding and importance samplingBinary MRF partition-function estimation · Binary MRFs, complete and ER graphspartition-function error (|log Z - log Z-hat|)Helped
Use M^4-guided rounding and importance sampling instead of AISMulti-class MRF partition-function estimation · Multi-class MRFs, k>2partition-function accuracy and runtimeHelped
Use M^4+ rather than M^4 (ablation)Partition-function estimation · Multi-class MRFs with larger kpartition-function accuracyHurt
Use M^4+ rather than M^4 (ablation)Mode estimation · Synthetic multi-class MRFs, larger krelative error (mode)Hurt
Increase the number of AIS temperatures K (ablation)AIS · Synthetic MRF partition-function estimationpartition-function accuracyHelped
Increase the number of AIS temperatures K (ablation)AIS · Synthetic MRF partition-function estimationruntimeHurt
Increase Gibbs-sampling cycles per AIS temperature (ablation)AIS · Synthetic MRF partition-function estimationpartition-function accuracyHelped
Increase Gibbs-sampling cycles per AIS temperature (ablation)AIS · Synthetic MRF partition-function estimationruntimeHurt
Use randomized rounding samples to cover much of the probability massM^4-based partition-function estimator · 5-class MRF, CS(A)=2.5probability mass covered: 1000 iterationsHelped

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